Anti-Locality Effect and Labeling Algorithm
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In the recent Minimalist Theory, there occur controversial aspects of locality effect. Locality effect is considered to prohibit the movement that is too long. On contrary, there occurs an opposite effect, in terms of the anti-locality which indicates that movement must be local, but not too local. In this respect, we will face the following questions. (i) Is there one locality condition in grammar or are there two? and (ii) How do standard locality and anti-locality go together? As for these questions, we will suggest that a standard locality is the only efficient condition in Minimalist Theory. In order to support this argument, we will point out some problems of anti-locality constraint in Erlewine (2015) and propose that the effect of anti-locality can be derived by C-T inheritance in Chomsky (2008) and labeling algorithm in Chomsky (2013, 2015).
Abstract
In the recent Minimalist Theory, there occur controversial aspects of locality effect. Locality effect is considered to prohibit the movement that is too long. On contrary, there occurs an opposite effect, in terms of the anti-locality which indicates that movement must be local, but not too local. In this respect, we will face the following questions. (i) Is there one locality condition in grammar or are there two? and (ii) How do standard locality and anti-locality go together? As for these questions, we will suggest that a standard locality is the only efficient condition in Minimalist Theory. In order to support this argument, we will point out some problems of anti-locality constraint in Erlewine (2015) and propose that the effect of anti-locality can be derived by C-T inheritance in Chomsky (2008) and labeling algorithm in Chomsky (2013, 2015).
참고문헌 (20)
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